By P. Chu
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Additional resources for Advances in Solid-State Circuits Technologies
The second factor is the control voltage of transconductor. This voltage can greatly impact the value of transconductance, linear range, and power consumption. For example, when the control voltage increases, the transconductance also increase but the linear input range of transconductor is reduced and power consumption is increased. Hence it is critical in designing transconducotr operated at low supply voltage. The third factor is the symmetry of the two differential outputs. If the transconductance of the positive and negative output is Gm+=IO+/Vi and Gm−=IO−/Vi, then how close Gm+ and Gm− should be is a critical issue, where IO+ is the positive output current, IO− is the negative output current, and Vi is the input differential voltage.
Shows the power consumption of the four linearized transconductors at the same transconductance. Power consumption changes with the different transconductances. Therefore, the same transconductance is chosen to be compared in each configuration. Table 3. shows different power consumption at the different transconductance of the proposed transconductor. 41 Transconductor Fig. 15. 58 Table 2. 4 Table 3. The power consumption at different transconductances Table 4. shows the comparison of performance with other transconductors at the low supply voltage (under 2V).
Vol. 42, no. 5, 1995, pp. 289–291. A. & Fang, X. (1993). CMOS current mode winner-take-all circuit with both excitatory and inhibitory feedback. Electron. , vol. 29, no. 10, 1993, pp. 908– 910. Vlassis, S. & Siskos, S. (1999). CMOS analogue median circuit. Electron. , vol. 35, no. 13, June 1999, pp. 1038-1040. Yamakawa, T. (1993). A fuzzy inference engine in nonlinear analog mode and its applications to a fuzzy logic control. IEEE Trans. , vol. 4, no. 3, May 1993, pp. 496–522. 24 Advances in Solid State Circuits Technologies Yuan, J.
Advances in Solid-State Circuits Technologies by P. Chu